{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "nf6PiMYmLEtZ"
   },
   "source": [
    "This notebook runs ECMWF's aifs-single-0.2.1 data-driven model, using ECMWF's [open data](https://www.ecmwf.int/en/forecasts/datasets/open-data) dataset and the [anemoi-inference](https://anemoi-inference.readthedocs.io/en/latest/apis/level1.html) package."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "YDZrZ8HVxLfU"
   },
   "source": [
    "# 1. Install Required Packages and Imports"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "executionInfo": {
     "elapsed": 44979,
     "status": "ok",
     "timestamp": 1733384436074,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "_sT8Re5jLRAH",
    "outputId": "384c13e8-e739-4e31-90c5-11970da5808f"
   },
   "outputs": [],
   "source": [
    "# Uncomment the lines below to install the required packages\n",
    "\n",
    "# !pip install -q anemoi-inference[huggingface]==0.4.3 anemoi-models==0.2.1\n",
    "# !pip install -q earthkit-regrid==0.3.4 ecmwf-opendata\n",
    "# !pip install -q flash_attn"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "executionInfo": {
     "elapsed": 3143,
     "status": "ok",
     "timestamp": 1733384445221,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "VBJmsrqGLEtb"
   },
   "outputs": [],
   "source": [
    "import datetime\n",
    "from collections import defaultdict\n",
    "\n",
    "import numpy as np\n",
    "import earthkit.data as ekd\n",
    "import earthkit.regrid as ekr\n",
    "\n",
    "from anemoi.inference.runners.simple import SimpleRunner\n",
    "from anemoi.inference.outputs.printer import print_state\n",
    "\n",
    "from ecmwf.opendata import Client as OpendataClient"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "x-JJcbnhLEtc"
   },
   "source": [
    "# 2. Retrieve Initial Conditions from ECMWF Open Data\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "B8DkdKfUxaPr"
   },
   "source": [
    "### List of parameters to retrieve form ECMWF open data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "executionInfo": {
     "elapsed": 195,
     "status": "ok",
     "timestamp": 1733384595021,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "yZOyITo6LEtd"
   },
   "outputs": [],
   "source": [
    "PARAM_SFC = [\"10u\", \"10v\", \"2d\", \"2t\", \"msl\", \"skt\", \"sp\", \"tcw\", \"lsm\", \"z\", \"slor\", \"sdor\"]\n",
    "PARAM_PL = [\"gh\", \"t\", \"u\", \"v\", \"w\", \"q\"]\n",
    "LEVELS = [1000, 925, 850, 700, 600, 500, 400, 300, 250, 200, 150, 100, 50]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "-CdbpgHLxczB"
   },
   "source": [
    "### Select a date"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "executionInfo": {
     "elapsed": 2109,
     "status": "ok",
     "timestamp": 1733384601142,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "XwWLA0OcLEtd"
   },
   "outputs": [],
   "source": [
    "DATE = OpendataClient().latest()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "executionInfo": {
     "elapsed": 388,
     "status": "ok",
     "timestamp": 1733384601842,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "3_Fy3a0WLEte",
    "outputId": "96799389-eb2d-4b1d-f5f3-60e8a309c9ef"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Initial date is 2024-12-20 06:00:00\n"
     ]
    }
   ],
   "source": [
    "print(\"Initial date is\", DATE)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "UMmVhb5uxiB9"
   },
   "source": [
    "### Get the data from the ECMWF Open Data API"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "executionInfo": {
     "elapsed": 215,
     "status": "ok",
     "timestamp": 1733384619515,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "8X2ShHMeLEtf"
   },
   "outputs": [],
   "source": [
    "def get_open_data(param, levelist=[]):\n",
    "    fields = defaultdict(list)\n",
    "    # Get the data for the current date and the previous date\n",
    "    for date in [DATE - datetime.timedelta(hours=6), DATE]:\n",
    "        data = ekd.from_source(\"ecmwf-open-data\", date=date, param=param, levelist=levelist)\n",
    "        for f in data:\n",
    "            # Open data is between -180 and 180, we need to shift it to 0-360\n",
    "            values = np.roll(f.to_numpy(), -f.shape[1] // 2, axis=1)\n",
    "            # Interpolate the data to from 0.25 to N320\n",
    "            values = ekr.interpolate(values, {\"grid\": (0.25, 0.25)}, {\"grid\": \"N320\"})\n",
    "            # Add the values to the list\n",
    "            name = f\"{f.metadata('param')}_{f.metadata('levelist')}\" if levelist else f.metadata(\"param\")\n",
    "            fields[name].append(values)\n",
    "\n",
    "    # Create a single matrix for each parameter\n",
    "    for param, values in fields.items():\n",
    "        fields[param] = np.stack(values)\n",
    "\n",
    "    return fields"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "_yjso9wvxli0"
   },
   "source": [
    "### Get Input Fields"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "executionInfo": {
     "elapsed": 186,
     "status": "ok",
     "timestamp": 1733384638318,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "as23RAZiLEtf"
   },
   "outputs": [],
   "source": [
    "fields = {}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "VJs1usVsxq5Q"
   },
   "source": [
    "#### Add the single levels fields"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 17,
     "referenced_widgets": [
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    },
    "executionInfo": {
     "elapsed": 32963,
     "status": "ok",
     "timestamp": 1733384688321,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "b8sjaN5SLEtf",
    "outputId": "228d3a4d-ba64-4500-9b7e-64cfe1430401"
   },
   "outputs": [],
   "source": [
    "fields.update(get_open_data(param=PARAM_SFC))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "m-6jpVe9xvxr"
   },
   "source": [
    "#### Add the pressure levels fields"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 17,
     "referenced_widgets": [
      "e85831a585b4474284eeccc7403c6d6a",
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      "d3be2aaf4f27438e82ce7433a865b9ba",
      "f8074f08f07c485c9de25abcc50c8456"
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    },
    "executionInfo": {
     "elapsed": 131873,
     "status": "ok",
     "timestamp": 1733384822925,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "zDGmj1IELEtg",
    "outputId": "b9ce620d-1688-43f5-e510-09623e20d888"
   },
   "outputs": [],
   "source": [
    "fields.update(get_open_data(param=PARAM_PL, levelist=LEVELS))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "UihlVXsbx2q0"
   },
   "source": [
    "#### Convert geopotential height into geopotential"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "executionInfo": {
     "elapsed": 206,
     "status": "ok",
     "timestamp": 1733384828222,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "H8D93y_5LEtg"
   },
   "outputs": [],
   "source": [
    "# Transform GH to Z\n",
    "for level in LEVELS:\n",
    "    gh = fields.pop(f\"gh_{level}\")\n",
    "    fields[f\"z_{level}\"] = gh * 9.80665"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "w570pN1gx6yS"
   },
   "source": [
    "### Create Initial State"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "executionInfo": {
     "elapsed": 187,
     "status": "ok",
     "timestamp": 1733384830787,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "PndCJ7JKLEtg"
   },
   "outputs": [],
   "source": [
    "input_state = dict(date=DATE, fields=fields)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "ceToC7Kuyddk"
   },
   "source": [
    "# 3. Load the Model and Run the Forecast"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "9ozNl0kZy7wv"
   },
   "source": [
    "### Download the Model's Checkpoint from Hugging Face & create a Runner"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 173,
     "referenced_widgets": [
      "50215614639344198a7b297ba05b75a0",
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      "726b5cbb17504bbcbd8053b52208a72d",
      "c250ee19694e4b08855f1a851f4b44d0"
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    },
    "executionInfo": {
     "elapsed": 25240,
     "status": "ok",
     "timestamp": 1733384899272,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "SlBKKvxxVVb0",
    "outputId": "451e1aeb-5667-41dd-b986-eff9b07c761c"
   },
   "outputs": [],
   "source": [
    "checkpoint = {\"huggingface\":\"ecmwf/aifs-single\"}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "executionInfo": {
     "elapsed": 193,
     "status": "ok",
     "timestamp": 1733384905394,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "FAw6hansLEth"
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "62c500d276a94f14ba3f2bef80688f4a",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Fetching 10 files:   0%|          | 0/10 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "runner = SimpleRunner(checkpoint, device=\"cuda\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "id": "OBk-UicWy2Q4"
   },
   "source": [
    "#### Run the forecast"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 356
    },
    "executionInfo": {
     "elapsed": 13608,
     "status": "error",
     "timestamp": 1733385010138,
     "user": {
      "displayName": "",
      "userId": ""
     },
     "user_tz": -60
    },
    "id": "23AGQecDLEth",
    "outputId": "0724dc11-a9ba-4cb5-a125-374f12ffa3d1"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n",
      "😀 date=2024-12-20T12:00:00 latitudes=(542080,) longitudes=(542080,) fields=88\n",
      "\n",
      "    q_50   shape=(542080,) min=2.03956e-06    max=3.17039e-06   \n",
      "    t_700  shape=(542080,) min=230.186        max=288.428       \n",
      "    v_300  shape=(542080,) min=-64.9672       max=71.6031       \n",
      "    z_100  shape=(542080,) min=146288         max=164032        \n",
      "    tp     shape=(542080,) min=0              max=0.0832544     \n",
      "\n",
      "\n",
      "😀 date=2024-12-20T18:00:00 latitudes=(542080,) longitudes=(542080,) fields=88\n",
      "\n",
      "    q_50   shape=(542080,) min=2.02285e-06    max=3.17325e-06   \n",
      "    t_700  shape=(542080,) min=229.61         max=295.015       \n",
      "    v_300  shape=(542080,) min=-69.2293       max=59.3023       \n",
      "    z_100  shape=(542080,) min=146115         max=163763        \n",
      "    tp     shape=(542080,) min=0              max=0.159716      \n",
      "\n"
     ]
    }
   ],
   "source": [
    "for state in runner.run(input_state=input_state, lead_time=12):\n",
    "    print_state(state)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 4. Inspect the generated forecast"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Plot a field"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "id": "6C9NyonKLEth"
   },
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cfeature\n",
    "import matplotlib.tri as tri"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 446
    },
    "id": "-5PkTWaFLEth",
    "outputId": "0fe9d1ff-14bc-42b6-91d7-0f3c24b3fc42"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "def fix(lons):\n",
    "    # Shift the longitudes from 0-360 to -180-180\n",
    "    return np.where(lons > 180, lons - 360, lons)\n",
    "\n",
    "latitudes = state[\"latitudes\"]\n",
    "longitudes = state[\"longitudes\"]\n",
    "values = state[\"fields\"][\"2t\"]\n",
    "\n",
    "fig, ax = plt.subplots(figsize=(10, 6), subplot_kw={\"projection\": ccrs.PlateCarree()})\n",
    "ax.coastlines()\n",
    "ax.add_feature(cfeature.BORDERS, linestyle=\":\")\n",
    "\n",
    "triangulation = tri.Triangulation(fix(longitudes), latitudes)\n",
    "ax.tricontourf(triangulation, values, levels=20, transform=ccrs.PlateCarree(), cmap=\"turbo\")\n",
    "plt.title(\"Temperature at 2m {}\".format(state[\"date\"]))\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "accelerator": "GPU",
  "colab": {
   "gpuType": "T4",
   "provenance": [
    {
     "file_id": "https://huggingface.co/ecmwf/aifs-single/blob/main/run_AIFS_v0_2_1.ipynb",
     "timestamp": 1733385064965
    }
   ],
   "toc_visible": true
  },
  "kernelspec": {
   "display_name": "huggingface-aifs0.2.1",
   "language": "python",
   "name": "huggingface-aifs0.2.1"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.6"
  },
  "widgets": {
   "application/vnd.jupyter.widget-state+json": {
    "00131dfdac6c4787b3c6aefb08f13beb": {
     "model_module": "@jupyter-widgets/controls",
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     "model_name": "HTMLModel",
     "state": {
      "_dom_classes": [],
      "_model_module": "@jupyter-widgets/controls",
      "_model_module_version": "1.5.0",
      "_model_name": "HTMLModel",
      "_view_count": null,
      "_view_module": "@jupyter-widgets/controls",
      "_view_module_version": "1.5.0",
      "_view_name": "HTMLView",
      "description": "",
      "description_tooltip": null,
      "layout": "IPY_MODEL_38181e60ddf14b2ab0b98a46d04c5892",
      "placeholder": "​",
      "style": "IPY_MODEL_a8d1c1ad0e40429a85bce2f7d2ba15be",
      "value": " 7.00M/7.11M [00:06&lt;00:00, 1.86MB/s]"
     }
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    "04d53ab404ea4571938fa1049296a322": {
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      "layout": "IPY_MODEL_bd4aa43801dd48c88a6354bbb0b80115",
      "placeholder": "​",
      "style": "IPY_MODEL_32341120752344898e2932b6ce5f4dfb",
      "value": "aifs_single_v0.2.1.ckpt: 100%"
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